Pattern generating model and method of representing a network of relationships
Abstract
A data processor can include a hand manipulatable physical model representing a first regular polyhedron and a second regular polyhedron reorientable with respect to one another about a common center. The first regular polyhedron could be a tetrahedron, and the second regular polyhedron could be a dodecahedron. The polyhedrons are limited to reorientations via a rotation about a shared axis of symmetry. Each corner of each polyhedron is preferably identifiably different than all of the remaining comers via marking that can include colors and/or shapes. The device can be used to represent a network of relationships and/or be for processing data, such as a code in a game or otherwise.
Claims
exact text as granted — not AI-modifiedWhat is claimed is:
1 . A data processor comprising:
a model representing at least a portion of a first regular polyhedron and at least a portion of a second regular polyhedron that are reorientable with respect to one another about a common center.
2 . The data processor of claim 1 wherein said model includes at least one of a hand manipulatable physical model, a virtual model in a computer generated space, and a mathematical model.
3 . The data processor of claim 1 wherein said first and second regular polyhedrons have a plurality of different orientations; and
said first regular polyhedron and said second regular polyhedron have a plurality of common axes of symmetry in each of said different orientations.
4 . The data processor of claim 1 wherein said model limits a reorientation of said first regular polyhedron relative to said second regular polyhedron to a rotation about a common axis of symmetry.
5 . The data processor of claim 1 wherein at least one of said first and second regular polyhedrons is a tetrahedron.
6 . The data processor of claim 1 wherein at least one of said first and second regular polyhedrons is a dodecahedron.
7 . The data processor of claim 1 wherein at least one of said first and second regular polyhedrons is marked in a predetermined pattern.
8 . The data processor of claim 7 wherein said predetermined pattern includes circles, triangles and five colors.
9 . The data processor of claim 1 wherein said first regular polyhedron is a tetrahedron;
said second regular polyhedron is a dodecahedron; and
each comer of said tetrahedron being identifiably different from its other comers.
10 . The data processor of claim 1 wherein each comer of said first and second regular polyhedrons is identifiably different than all remaining corners of said first and second regular polyhedrons.
11 . The data processor of claim 1 including detents between said first regular polyhedron and said second regular polyhedron at relative orientations where said first regular polyhedron and said second regular polyhedron share a plurality of axes of symmetry.
12 . The data processor of claim 1 wherein said first regular polyhedron is a tetrahedron;
said second regular polyhedron is a dodecahedron;
said first and second regular polyhedrons have a plurality of different orientations;
said first regular polyhedron and said second regular polyhedron have a plurality of common axes of symmetry in each of said different orientations;
said model includes a hand manipulatable physical model that limits a reorientation of said first regular polyhedron relative to said second regular polyhedron to a rotation about a common axis of symmetry; and
each comer of said first and second regular polyhedrons is identifiably different than all remaining corners of said first and second regular polyhedrons.
13 . A pattern generator comprising:
a hand manipulatable physical model representing at least a portion of a first regular polyhedron and at least a portion of a second regular polyhedron reorientable with respect to one another about a common center.
14 . The pattern generator of claim 13 wherein said model includes an interconnection between an inner structure and an outer structure; and
said interconnection permitting a plurality of different orientations between said inner structure and said outer structure.
15 . The pattern generator of claim 14 wherein said interconnection includes a spherical interface.
16 . The pattern generator of claim 14 wherein said first regular polyhedron and said second regular polyhedron have a plurality of axes of symmetry in each of said different orientations.
17 . The pattern generator of claim 14 wherein said interconnection limits reorientation of said inner structure relative to said outer structure to adjacent orientations that share a common axis of symmetry for said first and second regular polyhedrons.
18 . The pattern generator of claim 14 wherein said interconnection limits reorientation of said inner structure relative to said outer structure to a rotation about a common axis of symmetry of said first and second regular polyhedrons.
19 . The pattern generator of claim 14 wherein said interconnection includes a plurality of intersecting guide paths, and a plurality of path followers guided in said guide paths.
20 . The pattern generator of claim 14 wherein at least one of said inner structure and said outer structure include markings whose relative orientations define said different orientations.
21 . The pattern generator of claim 20 wherein said markings include circles, triangles and a plurality of colors.
22 . The pattern generator of claim 14 wherein said outer structure corresponds to said tetrahedron; and
said inner structure corresponds to a dodecahedron.
23 . The pattern generator of claim 13 including at least one tangible medium having at least a portion of a code thereon; and
each said code defining an identifiably different orientation of said first regular polyhedron relative to said second regular polyhedron.
24 . The pattern generator of claim 13 wherein at least one of said first regular polyhedron and said second regular polyhedron is projected onto a sphere.
25 . A method of representing a network of relationships, comprising the steps of:
assigning items in a first data set to features of a first regular polyhedron; assigning items in a second data set to features of a second regular polyhedron; and orienting the first regular polyhedron relative to the second regular polyhedron in an orientation corresponding to at least one shared axis of symmetry.
26 . The method of claim 25 including a step of positioning the first regular polyhedron and a second regular polyhedron to share a common center.
27 . The method of claim 26 including a step of constraining a reorientation of the first regular polyhedron to the second regular polyhedron to a rotation about a common axis of symmetry.
28 . The method of claim 27 wherein said first data set and said second data set are represented by at least one of shapes and colors.
29 . The method of claim 26 wherein one of said first regular polyhedron and said second regular polyhedron is a tetrahedron; and
an other of said first regular polyhedron and said second regular polyhedron is a dodecahedron.
30 . The method of claim 26 including a step of projecting at least one of said first regular polyhedron and said second regular polyhedron onto a sphere.Join the waitlist — get patent alerts
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